Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit252-12-20020215_080400_20020215_124400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/15 |
Start Time | | 2002/02/15 08:04 |
End Time | | 2002/02/15 12:42 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 14.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.33 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit252-12-20020215_080400_20020215_124400-constBx0 |
Minimum Dst Value | | -5 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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